Nigel P. Byott

most citedIntegral Galois Module Structure for Elementary Abelian Extensions with a Galois Scaffold

2 citations · 2 across the 2 of their papers we have counts for

collaborators

2 papers

math.NT2009★ 2 cited

Integral Galois Module Structure for Elementary Abelian Extensions with a Galois Scaffold

Nigel P. Byott, G. Griffith Elder

This paper justifies an assertion in (Elder, Proc AMS 137 (2009), no 4, 1193--1203) that Galois scaffolds make the questions of Galois module structure tractable. Let $k$ be a perf…

math.NT2006

A valuation criterion for normal bases in elementary abelian extensions

Nigel P. Byott, G. Griffith Elder

Let $p$ be a prime number and let $K$ be a finite extension of the field $Q_{p}$ of $p$ -adic numbers. Let $N$ be a fully ramified, elementary abelian extension of $K$ . Under…